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	<title>Classica Mediaevalia et cetera</title>
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	<title>Classica Mediaevalia et cetera</title>
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		<title>Zmarł Profesor Dariusz Brodka</title>
		<link>https://classica-mediaevalia.pl/2024/01/08/zmarl-profesor-dariusz-brodka/</link>
		
		<dc:creator><![CDATA[Krzysztof Nowak]]></dc:creator>
		<pubDate>Mon, 08 Jan 2024 10:02:31 +0000</pubDate>
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					<description><![CDATA[<p>Z najgłębszym żalem i smutkiem zawiadamiamy, że w nocy 2 stycznia, zmarł prof. dr hab. Dariusz Brodka, Dyrektor Instytutu Filologii Klasycznej UJ, członek Komisji Filologii Klasycznej Polskiej Akademii Umiejętności, Polskiego Towarzystwa Filologicznego, Komitetu Nauk o Kulturze Antycznej Polskiej Akademii Nauk. Znakomity uczony o światowej renomie, należał do grona najlepszych współczesnych znawców późnego antyku. Autor fundamentalnych [&#8230;]</p>
The post <a href="https://classica-mediaevalia.pl/2024/01/08/zmarl-profesor-dariusz-brodka/">Zmarł Profesor Dariusz Brodka</a> first appeared on <a href="https://classica-mediaevalia.pl">Classica Mediaevalia et cetera</a>.]]></description>
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<div class="elementToProof">Z najgłębszym żalem i smutkiem zawiadamiamy, że w nocy <strong>2 stycznia</strong>, zmarł prof. dr hab. Dariusz Brodka, Dyrektor Instytutu Filologii Klasycznej UJ, członek Komisji Filologii Klasycznej Polskiej Akademii Umiejętności, Polskiego Towarzystwa Filologicznego, Komitetu Nauk o Kulturze Antycznej Polskiej Akademii Nauk. Znakomity uczony o światowej renomie, należał do grona najlepszych współczesnych znawców późnego antyku. Autor fundamentalnych prac z zakresu kultury, historii idei i historiografii późnego Cesarstwa, wśród których szczególne miejsce zajmują monografie na temat twórczości Ammiana Marcelina i Prokopiusza, oraz postaci Narsesa. Tłumacz i komentator Historii wojen Prokopiusza, współautor tłumaczenia i opracowania Digestów Justyniańskich oraz Słownika łacińsko-polskiego. Człowiek wielkiego serca, wielkiej skromności i ogromnego hartu ducha, którego nie pokonała wielomiesięczna choroba. Nasz Przyjaciel, Kolega, Nauczyciel.</div>
<div class="elementToProof">Uroczystości pogrzebowe rozpoczną się o godz. 12.00 w czwartek, 4 stycznia, w Kaplicy przy Cmentarzu Komunalnym w Skawinie, przy ul. Wyspiańskiego 15 b.</div>
<div class="elementToProof">Rodzinie i Bliskim wyrazy najgłębszego współczucia składają koleżanki i koledzy z Instytutu Filologii Klasycznej, władze Wydziału Filologicznego oraz cała społeczność uniwersytecka.</div>
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" /></div>The post <a href="https://classica-mediaevalia.pl/2024/01/08/zmarl-profesor-dariusz-brodka/">Zmarł Profesor Dariusz Brodka</a> first appeared on <a href="https://classica-mediaevalia.pl">Classica Mediaevalia et cetera</a>.]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Konkurs na stanowisko doktoranta/-tki w projekcie badawczym na Wydziale Historii UW</title>
		<link>https://classica-mediaevalia.pl/2023/11/13/konkurs-na-stanowisko-doktoranta-tki-w-projekcie-badawczym-na-wydziale-historii-uw/</link>
		
		<dc:creator><![CDATA[Rafał Rosół]]></dc:creator>
		<pubDate>Mon, 13 Nov 2023 22:08:46 +0000</pubDate>
				<category><![CDATA[Inne]]></category>
		<category><![CDATA[Praca]]></category>
		<category><![CDATA[Archaeologica]]></category>
		<category><![CDATA[Culturam Iudaica]]></category>
		<category><![CDATA[Epigraphica]]></category>
		<category><![CDATA[Historica]]></category>
		<category><![CDATA[Orientalia]]></category>
		<category><![CDATA[Religiologica]]></category>
		<guid isPermaLink="false">https://classica-mediaevalia.pl/?p=453216</guid>

					<description><![CDATA[<p>Dziekan Wydziału Historii Uniwersytetu Warszawskiego ogłasza konkurs na stanowisko doktoranta/-tki stypendysty/-tki w projekcie badawczym Beethoven NCN Przed monoteizmem? Religie Judei epoki perskiej i wczesnej epoki hellenistycznej (V–III w. p.n.e.) w świetle źródeł ikonograficznych, epigraficznych oraz biblijnych. Termin składania dokumentacji: 30 listopada 2023 r. [pdf-embedder url=&#8221;https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/11/WHist-K-2023-16-stypendysta-NCN.pdf&#8221;]</p>
The post <a href="https://classica-mediaevalia.pl/2023/11/13/konkurs-na-stanowisko-doktoranta-tki-w-projekcie-badawczym-na-wydziale-historii-uw/">Konkurs na stanowisko doktoranta/-tki w projekcie badawczym na Wydziale Historii UW</a> first appeared on <a href="https://classica-mediaevalia.pl">Classica Mediaevalia et cetera</a>.]]></description>
										<content:encoded><![CDATA[<p style="text-align: justify">Dziekan Wydziału Historii Uniwersytetu Warszawskiego ogłasza konkurs na stanowisko doktoranta/-tki stypendysty/-tki w projekcie badawczym Beethoven NCN <em>Przed monoteizmem? Religie Judei epoki perskiej i wczesnej epoki hellenistycznej (V–III w. p.n.e.) w świetle źródeł ikonograficznych, epigraficznych oraz biblijnych</em>. Termin składania dokumentacji: <strong>30 listopada 2023 r.</strong> <span id="more-453216"></span></p>
<p>[pdf-embedder url=&#8221;https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/11/WHist-K-2023-16-stypendysta-NCN.pdf&#8221;]</p>The post <a href="https://classica-mediaevalia.pl/2023/11/13/konkurs-na-stanowisko-doktoranta-tki-w-projekcie-badawczym-na-wydziale-historii-uw/">Konkurs na stanowisko doktoranta/-tki w projekcie badawczym na Wydziale Historii UW</a> first appeared on <a href="https://classica-mediaevalia.pl">Classica Mediaevalia et cetera</a>.]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Lucjusz Anneusz Seneka, Agamemnon</title>
		<link>https://classica-mediaevalia.pl/2023/11/08/lucjusz-anneusz-seneka-agamemnon/</link>
		
		<dc:creator><![CDATA[Rafał Rosół]]></dc:creator>
		<pubDate>Wed, 08 Nov 2023 10:46:54 +0000</pubDate>
				<category><![CDATA[Książki]]></category>
		<category><![CDATA[Przekłady]]></category>
		<category><![CDATA[Publikacje]]></category>
		<category><![CDATA[Classica]]></category>
		<category><![CDATA[Dramatica]]></category>
		<category><![CDATA[Latina]]></category>
		<category><![CDATA[Litteraria]]></category>
		<category><![CDATA[Mytholoica]]></category>
		<guid isPermaLink="false">https://classica-mediaevalia.pl/?p=453211</guid>

					<description><![CDATA[<p>Nakładem wydawnictwa Universitas ukazał się Agamemnon Lucjusza Anneusza Seneki w opracowaniu i przekładzie Elżbiety Wesołowskiej (Kraków 2023, ss. 224). Więcej informacji: strona wydawnictwa.</p>
The post <a href="https://classica-mediaevalia.pl/2023/11/08/lucjusz-anneusz-seneka-agamemnon/">Lucjusz Anneusz Seneka, Agamemnon</a> first appeared on <a href="https://classica-mediaevalia.pl">Classica Mediaevalia et cetera</a>.]]></description>
										<content:encoded><![CDATA[<p style="text-align: justify">Nakładem wydawnictwa Universitas ukazał się <em>Agamemnon</em> <strong>Lucjusza Anneusza Seneki</strong> w opracowaniu i przekładzie <strong>Elżbiety Wesołowskiej</strong> (Kraków 2023, ss. 224). <span id="more-453211"></span></p>
<figure id="attachment_453212" aria-describedby="caption-attachment-453212" style="width: 201px" class="wp-caption alignright"><a href="https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/11/seneka_.jpg"><img fetchpriority="high" decoding="async" class="size-medium wp-image-453212" src="https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/11/seneka_-201x300.jpg" alt="" width="201" height="300" srcset="https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/11/seneka_-201x300.jpg 201w, https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/11/seneka_.jpg 515w" sizes="(max-width: 201px) 100vw, 201px" /></a><figcaption id="caption-attachment-453212" class="wp-caption-text">Lucjusz Anneusz Seneka, Agamemnon</figcaption></figure>
<p style="text-align: justify">Więcej informacji: <a href="https://universitas.com.pl/produkt/4364/Agamemnon" target="_blank" rel="noopener">strona wydawnictwa</a>.</p>The post <a href="https://classica-mediaevalia.pl/2023/11/08/lucjusz-anneusz-seneka-agamemnon/">Lucjusz Anneusz Seneka, Agamemnon</a> first appeared on <a href="https://classica-mediaevalia.pl">Classica Mediaevalia et cetera</a>.]]></content:encoded>
					
		
		
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		<title>Marek Węcowski, Tu jest Grecja! Antyk na nasze czasy</title>
		<link>https://classica-mediaevalia.pl/2023/11/07/marek-wecowski-tu-jest-grecja-antyk-na-nasze-czasy/</link>
		
		<dc:creator><![CDATA[Rafał Rosół]]></dc:creator>
		<pubDate>Tue, 07 Nov 2023 21:22:45 +0000</pubDate>
				<category><![CDATA[Książki]]></category>
		<category><![CDATA[Publikacje]]></category>
		<category><![CDATA[Archaeologica]]></category>
		<category><![CDATA[Classica]]></category>
		<category><![CDATA[Cultura]]></category>
		<category><![CDATA[Graeca]]></category>
		<category><![CDATA[Historica]]></category>
		<guid isPermaLink="false">https://classica-mediaevalia.pl/?p=453207</guid>

					<description><![CDATA[<p>Nakładem wydawnictwa Iskry ukazała się książka Marka Węcowskiego pt. Tu jest Grecja! Antyk na nasze czasy (Warszawa 2023, ss. 236). Więcej informacji: strona wydawnictwa.</p>
The post <a href="https://classica-mediaevalia.pl/2023/11/07/marek-wecowski-tu-jest-grecja-antyk-na-nasze-czasy/">Marek Węcowski, Tu jest Grecja! Antyk na nasze czasy</a> first appeared on <a href="https://classica-mediaevalia.pl">Classica Mediaevalia et cetera</a>.]]></description>
										<content:encoded><![CDATA[<p>Nakładem wydawnictwa Iskry ukazała się książka <strong>Marka Węcowskiego</strong> pt. <em>Tu jest Grecja! Antyk na nasze czasy</em> (Warszawa 2023, ss. 236). <span id="more-453207"></span></p>
<figure id="attachment_453208" aria-describedby="caption-attachment-453208" style="width: 207px" class="wp-caption alignright"><a href="https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/11/Wecowski.jpg"><img decoding="async" class="size-medium wp-image-453208" src="https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/11/Wecowski-207x300.jpg" alt="" width="207" height="300" srcset="https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/11/Wecowski-207x300.jpg 207w, https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/11/Wecowski-707x1024.jpg 707w, https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/11/Wecowski-768x1112.jpg 768w, https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/11/Wecowski-1061x1536.jpg 1061w, https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/11/Wecowski-1415x2048.jpg 1415w, https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/11/Wecowski.jpg 1751w" sizes="(max-width: 207px) 100vw, 207px" /></a><figcaption id="caption-attachment-453208" class="wp-caption-text">Marek Węcowski, Tu jest Grecja! Antyk na nasze czasy</figcaption></figure>
<p>Więcej informacji: <a href="https://iskry.com.pl/produkt/tu-jest-grecja-antyk-na-nasze-czasy/" target="_blank" rel="noopener">strona wydawnictwa</a>.</p>The post <a href="https://classica-mediaevalia.pl/2023/11/07/marek-wecowski-tu-jest-grecja-antyk-na-nasze-czasy/">Marek Węcowski, Tu jest Grecja! Antyk na nasze czasy</a> first appeared on <a href="https://classica-mediaevalia.pl">Classica Mediaevalia et cetera</a>.]]></content:encoded>
					
		
		
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		<title>Stanisław Śnieżewski, Studia stylometryczne nad Metamorfozami Owidiusza, tom II: Prozodia</title>
		<link>https://classica-mediaevalia.pl/2023/11/06/stanislaw-sniezewski-studia-stylometryczne-nad-metamorfozami-owidiusza-tom-ii-prozodia/</link>
		
		<dc:creator><![CDATA[Rafał Rosół]]></dc:creator>
		<pubDate>Mon, 06 Nov 2023 09:47:50 +0000</pubDate>
				<category><![CDATA[Książki]]></category>
		<category><![CDATA[Publikacje]]></category>
		<category><![CDATA[Classica]]></category>
		<category><![CDATA[Latina]]></category>
		<category><![CDATA[Litteraria]]></category>
		<category><![CDATA[Poetica]]></category>
		<guid isPermaLink="false">https://classica-mediaevalia.pl/?p=453199</guid>

					<description><![CDATA[<p>Nakładem Wydawnictwa Wolski ukazał się druga część książki Stanisława Śnieżewskiego pt. Studia stylometryczne  nad Metamorfozami Owidiusza, tom II: Prozodia (Kraków 2023, ss. 173). &#160;</p>
The post <a href="https://classica-mediaevalia.pl/2023/11/06/stanislaw-sniezewski-studia-stylometryczne-nad-metamorfozami-owidiusza-tom-ii-prozodia/">Stanisław Śnieżewski, Studia stylometryczne nad Metamorfozami Owidiusza, tom II: Prozodia</a> first appeared on <a href="https://classica-mediaevalia.pl">Classica Mediaevalia et cetera</a>.]]></description>
										<content:encoded><![CDATA[<p style="text-align: justify">Nakładem Wydawnictwa Wolski ukazał się druga część książki <strong>Stanisława Śnieżewskiego</strong> pt. <i>Studia stylometryczne  nad </i><em>Metamorfozami </em><i>Owidiusza</i>, tom II: <i>Prozodia </i>(Kraków 2023, ss. 173). <span id="more-453199"></span></p>
<figure id="attachment_453200" aria-describedby="caption-attachment-453200" style="width: 211px" class="wp-caption alignright"><a href="https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/11/Sniezewski-2.png"><img decoding="async" class="size-medium wp-image-453200" src="https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/11/Sniezewski-2-211x300.png" alt="" width="211" height="300" srcset="https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/11/Sniezewski-2-211x300.png 211w, https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/11/Sniezewski-2.png 442w" sizes="(max-width: 211px) 100vw, 211px" /></a><figcaption id="caption-attachment-453200" class="wp-caption-text">Stanisław Śnieżewski, Studia stylometryczne nad Metamorfozami Owidiusza, tom II: Prozodia</figcaption></figure>
<p>&nbsp;</p>The post <a href="https://classica-mediaevalia.pl/2023/11/06/stanislaw-sniezewski-studia-stylometryczne-nad-metamorfozami-owidiusza-tom-ii-prozodia/">Stanisław Śnieżewski, Studia stylometryczne nad Metamorfozami Owidiusza, tom II: Prozodia</a> first appeared on <a href="https://classica-mediaevalia.pl">Classica Mediaevalia et cetera</a>.]]></content:encoded>
					
		
		
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		<title>Zmarła dr hab. Joanna Rybowska</title>
		<link>https://classica-mediaevalia.pl/2023/10/30/zmarla-dr-hab-joanna-rybowska/</link>
		
		<dc:creator><![CDATA[Rafał Rosół]]></dc:creator>
		<pubDate>Mon, 30 Oct 2023 20:39:26 +0000</pubDate>
				<category><![CDATA[Inne]]></category>
		<guid isPermaLink="false">https://classica-mediaevalia.pl/?p=453197</guid>

					<description><![CDATA[<p>Dnia 28 października 2023 r. zmarła w wieku 60 lat dr hab. Joanna Rybowska, filolożka klasyczna, literaturoznwczyni i religioznwczyni z Katedry Filologii Klasycznej UŁ. Pogrzeb odbędzie się 6 listopada 2023 r. o godzinie 13:00 na Cmentarzu Komunalnym na Dołach przy ulicy Smutnej 1 w Łodzi.</p>
The post <a href="https://classica-mediaevalia.pl/2023/10/30/zmarla-dr-hab-joanna-rybowska/">Zmarła dr hab. Joanna Rybowska</a> first appeared on <a href="https://classica-mediaevalia.pl">Classica Mediaevalia et cetera</a>.]]></description>
										<content:encoded><![CDATA[<p style="text-align: justify">Dnia 28 października 2023 r. zmarła w wieku 60 lat <strong>dr hab. Joanna Rybowska</strong>, filolożka klasyczna, literaturoznwczyni i religioznwczyni z Katedry Filologii Klasycznej UŁ. Pogrzeb odbędzie się 6 listopada 2023 r. o godzinie 13:00 na Cmentarzu Komunalnym na Dołach przy ulicy Smutnej 1 w Łodzi.</p>The post <a href="https://classica-mediaevalia.pl/2023/10/30/zmarla-dr-hab-joanna-rybowska/">Zmarła dr hab. Joanna Rybowska</a> first appeared on <a href="https://classica-mediaevalia.pl">Classica Mediaevalia et cetera</a>.]]></content:encoded>
					
		
		
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		<title>Jerzy Zajadło, Arystofanes dla prawników</title>
		<link>https://classica-mediaevalia.pl/2023/10/27/jerzy-zajadlo-arystofanes-dla-prawnikow/</link>
		
		<dc:creator><![CDATA[Rafał Rosół]]></dc:creator>
		<pubDate>Fri, 27 Oct 2023 11:51:37 +0000</pubDate>
				<category><![CDATA[Książki]]></category>
		<category><![CDATA[Publikacje]]></category>
		<category><![CDATA[Classica]]></category>
		<category><![CDATA[Dramatica]]></category>
		<category><![CDATA[Graeca]]></category>
		<category><![CDATA[Iuridica]]></category>
		<category><![CDATA[Litteraria]]></category>
		<guid isPermaLink="false">https://classica-mediaevalia.pl/?p=453194</guid>

					<description><![CDATA[<p>Nakładem Wydawnictwa UG ukazała się książka Jerzego Zajadły pt. Arystofanes dla prawników (Gdańsk 2023, ss. 136). Więcej informacji: strona wydawnictwa. &#160; &#160;</p>
The post <a href="https://classica-mediaevalia.pl/2023/10/27/jerzy-zajadlo-arystofanes-dla-prawnikow/">Jerzy Zajadło, Arystofanes dla prawników</a> first appeared on <a href="https://classica-mediaevalia.pl">Classica Mediaevalia et cetera</a>.]]></description>
										<content:encoded><![CDATA[<p style="text-align: justify">Nakładem Wydawnictwa UG ukazała się książka <strong>Jerzego Zajadły</strong> pt. <em>Arystofanes dla prawników </em>(Gdańsk 2023, ss. 136). <span id="more-453194"></span></p>
<figure id="attachment_453195" aria-describedby="caption-attachment-453195" style="width: 193px" class="wp-caption alignright"><a href="https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/10/zajadlo.png"><img loading="lazy" decoding="async" class="size-medium wp-image-453195" src="https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/10/zajadlo-193x300.png" alt="" width="193" height="300" srcset="https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/10/zajadlo-193x300.png 193w, https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/10/zajadlo.png 403w" sizes="(max-width: 193px) 100vw, 193px" /></a><figcaption id="caption-attachment-453195" class="wp-caption-text">Jerzy Zajadło, Arystofanes dla prawników</figcaption></figure>
<p>Więcej informacji: <a href="https://wydawnictwo.ug.edu.pl/produkt/arystofenes-dla-prawnikow/" target="_blank" rel="noopener">strona wydawnictwa</a>.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>The post <a href="https://classica-mediaevalia.pl/2023/10/27/jerzy-zajadlo-arystofanes-dla-prawnikow/">Jerzy Zajadło, Arystofanes dla prawników</a> first appeared on <a href="https://classica-mediaevalia.pl">Classica Mediaevalia et cetera</a>.]]></content:encoded>
					
		
		
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		<title>[:pl]CfP: Classics: the Past, the Present, and the Future[:]</title>
		<link>https://classica-mediaevalia.pl/2023/10/18/cfp-classics-the-past-the-present-and-the-future/</link>
		
		<dc:creator><![CDATA[Rafał Rosół]]></dc:creator>
		<pubDate>Wed, 18 Oct 2023 16:25:05 +0000</pubDate>
				<category><![CDATA[Call for papers]]></category>
		<category><![CDATA[Konferencje]]></category>
		<category><![CDATA[Classica]]></category>
		<category><![CDATA[Graeca]]></category>
		<category><![CDATA[Latina]]></category>
		<category><![CDATA[Recepcja antyku]]></category>
		<guid isPermaLink="false">https://classica-mediaevalia.pl/?p=453186</guid>

					<description><![CDATA[<p>[:pl] W dniach 1-3 czerwca 2024 r. w mieście Hradec Králové odbędzie się konferencja pt. Classics: the Past, the Present, and the Future. Zgłoszenia można przesyłać do 10 marca 2024 r. Więcej informacji: strona konferencji. [:]</p>
The post <a href="https://classica-mediaevalia.pl/2023/10/18/cfp-classics-the-past-the-present-and-the-future/">[:pl]CfP: Classics: the Past, the Present, and the Future[:]</a> first appeared on <a href="https://classica-mediaevalia.pl">Classica Mediaevalia et cetera</a>.]]></description>
										<content:encoded><![CDATA[<p>[:pl]</p>
<p style="text-align: justify">W dniach <span style="text-decoration: underline">1-3 czerwca 2024 r.</span> w mieście Hradec Králové odbędzie się konferencja pt. <em>Classics: the Past, the Present, and the Future</em>. Zgłoszenia można przesyłać do <strong>10 marca 2024 r.</strong> Więcej informacji: <a href="https://memoryclassics.eu/classics-the-past-the-present-and-the-future/" target="_blank" rel="noopener">strona konferencji</a>.</p>
<p>[:]</p>The post <a href="https://classica-mediaevalia.pl/2023/10/18/cfp-classics-the-past-the-present-and-the-future/">[:pl]CfP: Classics: the Past, the Present, and the Future[:]</a> first appeared on <a href="https://classica-mediaevalia.pl">Classica Mediaevalia et cetera</a>.]]></content:encoded>
					
		
		
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		<title>[:pl]Nowy Filomata 26, 2022[:]</title>
		<link>https://classica-mediaevalia.pl/2023/10/11/nowy-filomata-26-2022/</link>
		
		<dc:creator><![CDATA[Rafał Rosół]]></dc:creator>
		<pubDate>Wed, 11 Oct 2023 09:33:22 +0000</pubDate>
				<category><![CDATA[Publikacje]]></category>
		<category><![CDATA[Archaeologica]]></category>
		<category><![CDATA[Christiana]]></category>
		<category><![CDATA[Classica]]></category>
		<category><![CDATA[Graeca]]></category>
		<category><![CDATA[Historica]]></category>
		<category><![CDATA[Latina]]></category>
		<category><![CDATA[Litteraria]]></category>
		<category><![CDATA[Nowy Filomata]]></category>
		<guid isPermaLink="false">https://classica-mediaevalia.pl/?p=453183</guid>

					<description><![CDATA[<p>[:pl] Ukazał się kolejny tom Nowego Filomaty (26, 2022). Spis treści znajduje się na stronie czasopisma. [:]</p>
The post <a href="https://classica-mediaevalia.pl/2023/10/11/nowy-filomata-26-2022/">[:pl]Nowy Filomata 26, 2022[:]</a> first appeared on <a href="https://classica-mediaevalia.pl">Classica Mediaevalia et cetera</a>.]]></description>
										<content:encoded><![CDATA[<p>[:pl]</p>
<p style="text-align: justify">Ukazał się kolejny tom <em>Nowego Filomaty</em> (26, 2022). Spis treści znajduje się na <a href="https://pau.krakow.pl/index.php/pl/wydawnictwo/strony-czasopism/nowy-filomata/biezacy-numer" target="_blank" rel="noopener">stronie czasopisma</a>.</p>
<p>[:]</p>The post <a href="https://classica-mediaevalia.pl/2023/10/11/nowy-filomata-26-2022/">[:pl]Nowy Filomata 26, 2022[:]</a> first appeared on <a href="https://classica-mediaevalia.pl">Classica Mediaevalia et cetera</a>.]]></content:encoded>
					
		
		
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		<title>[:pl]Artur Pacewicz, Świadectwa niespisanej nauki Platona[:]</title>
		<link>https://classica-mediaevalia.pl/2023/10/10/artur-pacewicz-swiadectwa-niespisanej-nauki-platona/</link>
		
		<dc:creator><![CDATA[Rafał Rosół]]></dc:creator>
		<pubDate>Tue, 10 Oct 2023 16:53:35 +0000</pubDate>
				<category><![CDATA[Książki]]></category>
		<category><![CDATA[Publikacje]]></category>
		<category><![CDATA[Classica]]></category>
		<category><![CDATA[Graeca]]></category>
		<category><![CDATA[Litteraria]]></category>
		<category><![CDATA[Philosophica]]></category>
		<guid isPermaLink="false">https://classica-mediaevalia.pl/?p=453180</guid>

					<description><![CDATA[<p>[:pl] Nakładem Oficyny Naukowej PFF ukazała się książka Artura Pacewicza pt. Świadectwa niespisanej nauki Platona (Wrocław 2023, ss. 435). Książka dostępna jest online (Repozytorium CEON lub Google Książki). Więcej informacji: strona wydawccy.[:]</p>
The post <a href="https://classica-mediaevalia.pl/2023/10/10/artur-pacewicz-swiadectwa-niespisanej-nauki-platona/">[:pl]Artur Pacewicz, Świadectwa niespisanej nauki Platona[:]</a> first appeared on <a href="https://classica-mediaevalia.pl">Classica Mediaevalia et cetera</a>.]]></description>
										<content:encoded><![CDATA[<p>[:pl]</p>
<p style="text-align: justify">Nakładem Oficyny Naukowej PFF ukazała się książka <strong>Artura Pacewicza</strong> pt. Świadectwa niespisanej nauki Platona (Wrocław 2023, ss. 435). Książka dostępna jest online (<a href="https://depot.ceon.pl/handle/123456789/22867" target="_blank" rel="noopener">Repozytorium CEON</a> lub <a href="https://books.google.pl/books/about?id=LNLQEAAAQBAJ&amp;redir_esc=y&amp;fbclid=IwAR0C-u1rsvM5VaqRzmNECyEICYr4_c7Sxpy-_4RtEo64qA_oYlHqV3TwKsE" target="_blank" rel="noopener">Google Książki</a>). <span id="more-453180"></span></p>
<figure id="attachment_453181" aria-describedby="caption-attachment-453181" style="width: 198px" class="wp-caption alignright"><a href="https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/10/Pacewicz.png"><img loading="lazy" decoding="async" class="size-medium wp-image-453181" src="https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/10/Pacewicz-198x300.png" alt="" width="198" height="300" srcset="https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/10/Pacewicz-198x300.png 198w, https://classica-mediaevalia.pl/wp-content/uploads/sites/9/2023/10/Pacewicz.png 386w" sizes="(max-width: 198px) 100vw, 198px" /></a><figcaption id="caption-attachment-453181" class="wp-caption-text">Artur Pacewicz, Świadectwa niespisanej nauki Platona</figcaption></figure>
<p>Więcej informacji: <a href="https://forumfilozoficzne.org/index.php/swiadectwa-niespisanej-nauki-platona-2023/" target="_blank" rel="noopener">strona wydawccy</a>.[:]</p>The post <a href="https://classica-mediaevalia.pl/2023/10/10/artur-pacewicz-swiadectwa-niespisanej-nauki-platona/">[:pl]Artur Pacewicz, Świadectwa niespisanej nauki Platona[:]</a> first appeared on <a href="https://classica-mediaevalia.pl">Classica Mediaevalia et cetera</a>.]]></content:encoded>
					
		
		
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